| Product Number | 7H66-1-0P |
| Purity | 95 % |
| CAS | 59243-39-9 |
| MDL Number | MFCD16084526 |
| Molecular Formula | C6H8N2S |
| Molecular Weight | 140.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-1-0P
CAS: 59243-39-9
Molecule Weight: 140.2
Formula: C6H8N2S
![2-[(Trifluoromethyl)sulfanyl]pyridin-4-amine](data:image/png;base64,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)
PN: 7H66-3-39
CAS: 1204234-67-2
Molecule Weight: 194.18
Formula: C6H5F3N2S
TSCA: Not listed on TSCA inventory
